Action-Angle Representation of Multisolitons by Potentials of Mastersymmetries : General and Mathematical Physics

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概要

• 論文の詳細を見る

• Using the algebra of symmetries/mastersymmetries a purely algebraic construction for the action/angle representation of multisolitons is given. By the same method an explicit construction of the potentials of the eigenstates of the recursion operator is performed in terms of partial derivatives of a fundamental scalar field.

• 理論物理学刊行会の論文
• 1990-03-25

著者

• FUCHSSTEINER Benno

  Universitat Gesamthochschule Paderborn

• Fuchssteiner Benno

  Gesamthochschule

• Fuchsstelner Benno

  University Of Paderborn

• OEVEL Gudrun

  University of Paderborn

• BLASZAK Maciej

  A. Mickiewicz University

• Blaszak M

  A.mickiewicz Univ. Poznan

• Oevel G

  Paderborn Univ. Paderborn

• Fuchssteiner Benno

  Universitat Paderborn

• Oevel Gudrun

  Mathematics Department, Paderborn University

• Blaszak Maciej

  Institute of Physics, A. Mickiewicz University

関連論文

• Solitons in Interaction
• Linear Aspects in the Theory of Solitons and Nonlinear Integrable Equations
• The Lie Algebra Structure of Degenerate Hamiltonian and Bi-Hamiltonian Systems
• Action-Angle Representation of Multisolitons by Potentials of Mastersymmetries : General and Mathematical Physics
• The Lie Algebra Structure of Nonlinear Evolution Equations Admitting Infinite Dimensional Abelian Symmetry Groups
• Action-Angle Representation of Complex Multisolitons : General and Mathematical Physics
• Mastersymmetries, Higher Order Time-Dependent Symmetries and Conserved Densities of Nonlinear Evolution Equations
• Mastersymmetries and Multi : Hamiltonian Formulations for Some Integrable Lattice Systems : General and Mathematical Physics

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